本文研究了具有低阶项的散度型椭圆方程-(aijuxi)xj+biuxi-(dju)xj,+cu=(fj)xj,a.e.z∈Ω的解在Morrey空间上的局部正则性,其中aij∈VMO∩L^∞(Ω),低阶项系数属于适当的Morrey空间.
The aim of this note is to study the local regularity of solutions in Morrey spaces to the elliptic equation in divergence form -(aijuxi)xj+biuxi-(dju)xj,+cu=(fj)xj,a.e.z∈Ω . Where aij∈VMO∩L^∞(Ω), and the lower order terms belong to suitable Morrey spaces.